Mathematics for Computing Resubmission Questions Question One: Construct logic circuits and truth tables for each of the following: a) P = A or B or C b) P = A and B and C c) P = Not (A and B) d) P =...

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Mathematics for Computing Resubmission Questions Question One: Construct logic circuits and truth tables for each of the following: a) P = A or B or C b) P = A and B and C c) P = Not (A and B) d) P = Not (A and B) or C Question Two: Design a circuit that adds two binary bits together. This circuit will have two inputs (A and B) and two outputs (Sum and Carry). Begin the design process by drawing a truth table for the circuit, then determining the necessary gate circuitry to fulfil each output function. Question Three: 1) Convert these decimal numbers into a) binary, b) octal, c) hexadecimal. You must show all your working out. i) 120 ii) 37 iii) 88 2) Convert these binary numbers to a) hexadecimal, b) octal. You must show all your working out. i) 1101111 ii) 10110111 iii) 100011101 3) Express the following in ASCII format i) Information ii) 932 iii) 146 iv) Technology 4) Express the following decimal numbers in Binary Coded Decimal i) 25 ii) 349 iii) 67 5) Express these values stored in a machine register as a) fixed point and b) floating point numbers i) 113.75 ii) 63.25 iii) 18.5
Answered Same DayJun 28, 2021

Answer To: Mathematics for Computing Resubmission Questions Question One: Construct logic circuits and truth...

Neha answered on Jun 28 2021
145 Votes
Mathematics for Computing
Resubmission Questions
Question One:
Construct logic circuits and truth
tables for each of the following:
a) P = A or B or C
    A
    B
    C
    (A ∨ (B ∨ C))
    F
    F
    F
    F
    F
    F
    T
    T
    F
    T
    F
    T
    F
    T
    T
    T
    T
    F
    F
    T
    T
    F
    T
    T
    T
    T
    F
    T
    T
    T
    T
    T
b) P = A and B and C
    A
    B
    C
    (A ∧ (B ∧ C))
    F
    F
    F
    F
    F
    F
    T
    F
    F
    T
    F
    F
    F
    T
    T
    F
    T
    F
    F
    F
    T
    F
    T
    F
    T
    T
    F
    F
    T
    T
    T
    T
c) P = Not (A and B)
    A
    B
    ¬(A ∧ B)
    F
    F
    T
    F
    T
    T
    T
    F
    T
    T
    T
    F
d) P = Not (A and B) or C
    A
    B
    C
    (¬(A ∧ B) ∨...
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